Differential Equation to Homogenous form and use OF Polar Co-ordinates

Differention Equation to Homogenous form || Use OF Polar Co-ordinates

Differential Equation Reducible to Linear Form

Show that the given differential equation is homogeneous and solve each of them.{x cos((y)/(x))+y sin((y)/(x))}ydx={y sin((y)/(x))-cos((y)/(x))}xdy

Obtain a expression for torque in polar co-ordinates.

Formation of Differential Equation| Variable Separable| Homogeneous form

Homogeneous differential equation || Reducible to homogeneous differential equation linear differential equation

Homogeneous differential equation || reducible to homogeneous differential equation linear

Homogeneous Differential Equations with Illustrations

Homogeneous Differential Equations with Illustrations